Abstract
A voting protocol is said to be strongly β-participatory if for any voter i and any strategy profile either the outcome is i′s preferred one or i has a sincere strategy which would ensure her a better outcome, and VNM-strategy-proof if at any preference profile the set of sincere strategies of each voter is a VNM-stable set. It is shown that the proportional lottery (PL) modular voting protocol is both strongly β-participatory and VNM-strategy-proof.
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